Nelson GCSE Modular Science


Book Description

Foundation Book 1 is developed for those taking the Foundation Tier Single Award modules and Foundation Book 2 is for the Foundation Tier Double Award Modules. The features include: a clear identification of Topic Areas, Learning Outcomes, Key Facts and Did You Know? sections. Each module is covered in self-contained units. Practice questions are included in every section for confidence building and thorough exam preparation. Support for Book 1 can be found in Teacher Support Pack Book 1.




AQA Modular Science for GCSE


Book Description

This brand new series consists of five textbooks, each with corresponding Teacher Support. GSCE Double Award is delivered by the Year 10 and 11 Higher texts. The Foundation Tier Double Award is delivered by the Year 10 and 11 Foundation texts. The Foundation and Higher texts can be used in parallel to cover a wide ability range.




Nelson Modular Science


Book Description

As part of the Nelson Modular Science series the foundation books focus on the foundation level work in each module. Each module is covered in self-contained units. Two colour support books cover all the foundation tier material to Double Award and they can be used alongside the main texts as additional support or as stand-alone resources. Edexcel Modular Science (B) specifications. Ideas and evidence in science are fully covered with links throughout to supplementary reading materials and ICT activities on a dedicated website.




Nelson Modular Science


Book Description

The Nelson Modular Science series is made up of three books divided into Single, Double and Triple Award modules. Book 1 covers six Single Award modules and one coursework module, Book 2 contains six Double Award modules whilst Book 3 covers the six Triple Award modules. Each module is covered in self-contained units. The series matches the Edexcel Modular Science (B) specifications. It is fully covered with links throughout to supplementary reading materials and ICT activities on a dedicated website.




Nelson Modular Science


Book Description

The Nelson Modular Science series is made up of three books divided into single, double and triple award modules presented in an accessible format. Book 1 covers the six single award and one coursework modules; Book 2 contains six double award modules; and Book 3 covers the six triple award modules. Each module is covered in self-contained units. This teacher's file includes practical support sheets and addresses Sc1 investigations. Works sheets are provided to integrate the use of ICT throughout science. Additional GCSE-style questions and modular tests should enhance learning and recall of information.




Top Chemistry Grades for You Aqa Mod


Book Description

These full-colour Revision Guides provide board-specific support for GCSE Science and are designed specifically to raise standards. They are the ONLY revision books to support EVERY aspect of revision for GCSE Science students.




Biology


Book Description

This science series had a curriculum audit matching the books to all the major specfications. It has practical experiments expanded from the texts to include ICT support. OHTs of all the diagrams in the textbooks are included. Answers are given to all the questions in the textbooks. Sc1 enquiry material is provided in-line with the revised National Curriculum requirements. It has additional support for Key Skills, and additional material linked to the four learning programmes Science in Focus.




Top Biology Grades for You Aqa Mod


Book Description

These full-colour Revision Guides provide board-specific support for GCSE Science and are designed specifically to raise standards.




Assessment of Authentic Performance in School Mathematics


Book Description

This book is the result of a conference sponsored by the Educational Testing Service and the University of Wisconsin's National Center for Research in Mathematical Sciences Education. The purpose of the conference was to facilitate the work of a group of scholars whose interests included the assessment of higher-order understandings and processes in foundation-level (pre-high school) mathematics. Discussions focused on such issues as the purposes of assessment, guidelines for producing and scoring "real-life" assessment activities, and the meanings of such terms as "deeper and higher-order understanding," "cognitive objectives," and "authentic mathematical activities." Assessment was viewed as a critical component of complex, dynamic, and continually adapting educational systems. During the time that the chapters in this book were being written, sweeping changes in mathematics education were being initiated in response to powerful recent advances in technology, cognitive psychology, and mathematics, as well as to numerous public demands for educational reform. These changes have already resulted in significant reappraisals of what it means to understand mathematics, of the nature of mathematics teaching and learning, and of the real-life situations in which mathematics is useful. The challenge was to pursue assessment-related initiatives that are systematically valid, in the sense that they work to complement and enhance other improvements in the educational system rather than act as an impediment to badly needed curriculum reforms. To address these issues, most chapters in this book focus on clarifying and articulating the goals of assessment and instruction, and they stress the content of assessment above its mode of delivery. Computer- or portfolio-based assessments are interpreted as means to ends, not as ends in themselves. Assessment is conceived as an ongoing documentation process, seamless with instruction, whose quality hinges upon its ability to provide complete and appropriate information as needed to inform priorities in instructional decision making. This book tackles some of the most complicated issues related to assessment, and it offers fresh perspectives from leaders in the field--with the hope that the ultimate consumer in the instruction/assessment enterprise, the individual student, will reclaim his or her potential for self-directed mathematics learning.